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Question:Hi I have a quick question
How do you simplify square root 24 and square root 35
Thank you :]

Answers:24 can be written as the product of 4 and 6. 4 is a perfect square. Thus, it can be simplified to 2. So you write it like this: 2 6. 6 is not a perfect square, and therefore it cannot be simplified any further. 35, on the other hand, is the product of two prime numbers. Thus 35 is its simplest form.

Answers:24 can be written as the product of 4 and 6. 4 is a perfect square. Thus, it can be simplified to 2. So you write it like this: 2 6. 6 is not a perfect square, and therefore it cannot be simplified any further. 35, on the other hand, is the product of two prime numbers. Thus 35 is its simplest form.

Question:okay, (since i don't know how to make the sign for square root on my computer) henceforth the square root sign shall be [ and ]
for example: [4x^3] = 2x[x] (at least, that's what i thought it has been)
anyway, the problem was:
3[5]
--------
3 + [2]
my answer was:
3[5](3 - [2])
---------------
7
right or wrong?
if wrong, please explain

Answers:Pretty good actually! and yes it is right. All that's left to do now is to expand the numerator or the top of the fraction...and that would be.....(following your method of square root)> 9[5] - 3[10] ----------------------- 7 and THAT is the complete simplified sum...LOL...just had a maths test on the exact same method..and I know its RIGHT! cheers

Answers:Pretty good actually! and yes it is right. All that's left to do now is to expand the numerator or the top of the fraction...and that would be.....(following your method of square root)> 9[5] - 3[10] ----------------------- 7 and THAT is the complete simplified sum...LOL...just had a maths test on the exact same method..and I know its RIGHT! cheers

Question:The problem is, which set represents the lenth of the sides of a right triangle. I eliminated two of the choices, I'm stuck on deciding which one is the answer. Because I don't know how to solve if the Hypotenuse is a square root. :) Please tell me how I simplify the square root. The two remaining sets are:
{2,6, square root of 40}
{4,6, square root of 40}

Answers:You don't, you square the other two. square all the numbers, the set that adds to 40 is the answer a^2 + b^2 = c^2

Answers:You don't, you square the other two. square all the numbers, the set that adds to 40 is the answer a^2 + b^2 = c^2

Question:Can someone please help me simplify this problem:
sqrt(98) + sqrt(50)
I just need walk through of how this would be simplified. I just need a reference so that i know how to do this in the future. Btw, incase you wonder what sqrt is, it means square root.
Please help and thanks in advance. Thanks for the help people, i now understand it :) I greatly appreciate it.

Answers:The expression can only be simplified if the values under the radical contain factors which are perfect squares: 98 + 50 = (2*49) + (2*25) = 7 2 + 5 2 = 12 2

Answers:The expression can only be simplified if the values under the radical contain factors which are perfect squares: 98 + 50 = (2*49) + (2*25) = 7 2 + 5 2 = 12 2

From Youtube

**Simplifying Numbers under Square Roots :**Simplifying Numbers under Square Roots - Numerous Examples are shown! For more free math videos, visit PatrickJMT.com

**rationalizing the denominator simplify 7 square root 3 over square root 21 :**rationalizing the denominator simplify 7 square root 3 over square root 21 Iknow that my videos may be flawed in some way! I know I rush sometimes and make errors. I know that I'm missing arrows and pointers. I know that you can't see my hand! For egregious errors please tell me and I'll try to get to the corrections. If you can do better, please, do so! Publish! Myself, I'm looking for a teaching job. If you know of a school that can use an English teacher with particular training skills, please let me know. If you agree with Lockhardt www.maa.org then you will find ways to make math more art like and, almost automatically, more agreeable. Unfortunately, with classes of 35:1 or 40:1 teaching is more about crowd control than teaching. And further, I've yet to find any evidence of Lockhardt putting his criticism to work in anything other than idealized situations. Unfortunately, it has proven quite difficult to find much support on the web for math 'doing stuff'. Most of the math exercises found in text books and on the web appear to be not much more than pushing symbols around. If you can suggest ways that math is applied I would very much appreciate your help! If you're studying for a big exam in math or science, nothing brings your study partners into the mix like publishing. Make new smart friends. ;) If you or anyone you knows how to 'do something' especially in math or science... publish that knowledge electronically. Point a web cam at a piece of paper while they

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